Given triangle JKL. Given points K'(1, -2) and L'(1, -4), what are the coordinates of the point J' that produces a triangle J'K'L' congruent to JKL resulting from a rotation of 90 degrees clockwise around the point (1, -6)? https://wca.sooschools.com/media/g_geo_ccss_2016/4/geo_4_3a_graph5-should-look-like.gif J' ______, ______.
@Elsa213 @sweetburger @Ultrilliam
@Vocaloid Is good with math :o
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this is can be tricky to visualize but you would just count 2 units up from K' and 4 units across to keep the distance the same
So I'm confused now.. Would it be 1 and -4? This has me so confused now :') @Vocaloid
follow my directions please count 2 units up from K' and 4 units to the right, to find J'
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So -2 and 5? I'm sorry im really not good with geometry .-.
look at where I have drawn J' what are the coordinates?
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The coordinates for J is sitting on 5.
ok, so the x-coordinate for J' is 5 what about the y-coordinate?
@sammirosesharp I would suggest reviewing your x and y coordinate system any point on the x-axis has a y-coordinate of 0 making our point (5,0)
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